blob: 0816069dd89665c0d2c23530ebdb6b76e585d06b [file] [log] [blame]
v {xschem version=3.0.0 file_version=1.2 }
G {}
K {type=subcircuit
format="@name @pinlist @symname"
template="name=x1"
}
V {}
S {}
E {}
L 4 160 -250 420 -250 {}
L 4 160 -90 420 -90 {}
L 4 420 -190 440 -190 {}
L 4 140 -220 160 -220 {}
L 4 140 -140 160 -140 {}
L 4 290 -270 290 -250 {}
L 4 290 -90 290 -70 {}
L 4 140 -190 160 -190 {}
L 4 140 -120 160 -120 {}
L 4 160 -250 160 -90 {}
L 4 420 -250 420 -90 {}
L 4 160 -220 250 -220 {dash=4}
L 4 250 -220 250 -200 {dash=4}
L 4 160 -140 340 -140 {dash=4}
L 4 160 -120 340 -120 {dash=4}
L 4 321 -144 321 -140 {dash=4}
L 4 301 -144 301 -140 {dash=4}
L 4 263 -144 263 -140 {dash=4}
B 5 437.5 -192.5 442.5 -187.5 {name=out dir=out }
B 5 137.5 -222.5 142.5 -217.5 {name=sample dir=in }
B 5 287.5 -272.5 292.5 -267.5 {name=vdd dir=inout}
B 5 287.5 -72.5 292.5 -67.5 {name=vss dir=inout}
B 5 137.5 -192.5 142.5 -187.5 {name=vin dir=in }
B 5 137.5 -142.5 142.5 -137.5 {name=ctrl[9:0] dir=in }
B 5 137.5 -122.5 142.5 -117.5 {name=dum dir=in }
A 4 287.3571428571429 -184.7857142857143 1.821078397711702 138.1798301198641 360 {}
A 4 282.3571428571429 -184.7857142857143 1.821078397711702 138.1798301198641 360 {}
A 4 277.3571428571429 -184.7857142857143 1.821078397711702 138.1798301198641 360 {}
A 4 262.9571428571429 -163.8857142857143 1.821078397711702 138.1798301198641 360 {}
A 4 300.9571428571429 -163.8857142857143 1.821078397711702 138.1798301198641 360 {}
A 4 320.9571428571429 -163.8857142857143 1.821078397711702 138.1798301198641 360 {}
A 4 340.9571428571429 -163.8857142857143 1.821078397711702 138.1798301198641 360 {}
A 4 360.9571428571429 -163.8857142857143 1.821078397711702 138.1798301198641 360 {}
P 4 2 296 -170 306 -170 {}
P 4 2 296 -175 306 -175 {}
P 4 2 316 -170 326 -170 {}
P 4 2 316 -175 326 -175 {}
P 4 2 336 -170 346 -170 {}
P 4 2 336 -175 346 -175 {}
P 4 2 356 -170 366 -170 {}
P 4 2 356 -175 366 -175 {}
P 4 2 321 -175 321 -185 {}
P 4 2 341 -175 341 -185 {}
P 4 2 361 -175 361 -185 {}
P 4 2 381 -190 420 -190 {}
P 4 2 258 -170 268 -170 {}
P 4 2 258 -175 268 -175 {}
P 4 2 263 -175 263 -185 {}
P 4 2 301 -175 301 -185 {}
P 4 3 381 -190 263 -190 263 -185 {}
P 4 2 301 -185 301 -190 {}
P 4 2 321 -185 321 -190 {}
P 4 2 341 -185 341 -190 {}
P 4 2 361 -185 361 -190 {}
P 4 2 258 -190 247 -197 {}
P 4 2 263 -190 258 -190 {}
P 4 2 160 -190 220 -190 {}
P 4 2 263 -152 263 -144 {}
P 4 4 263 -162 257 -152 269 -152 263 -162 {}
P 4 2 263 -170 263 -166 {}
P 4 2 301 -152 301 -144 {}
P 4 4 301 -162 295 -152 307 -152 301 -162 {}
P 4 2 301 -170 301 -166 {}
P 4 2 321 -152 321 -144 {}
P 4 4 321 -162 315 -152 327 -152 321 -162 {}
P 4 2 321 -170 321 -166 {}
P 4 2 341 -152 341 -144 {}
P 4 4 341 -162 335 -152 347 -152 341 -162 {}
P 4 2 341 -170 341 -166 {}
P 4 2 361 -152 361 -144 {}
P 4 4 361 -162 355 -152 367 -152 361 -162 {}
P 4 2 361 -170 361 -166 {}
P 4 2 220 -190 240 -190 {}
P 4 3 361 -144 361 -120 340 -120 {dash=4
}
P 4 3 341 -144 341 -140 340 -140 {dash=4}
T {@symname} 160.5 -263 0 0 0.2 0.2 {}
T {@name} 380 -263 0 0 0.2 0.2 {}
T {out} 416 -205 0 1 0.2 0.2 {}
T {sample} 165 -234 0 0 0.2 0.2 {}
T {ctrl[9:0]} 165 -154 0 0 0.2 0.2 {}
T {vdd} 294 -235 2 0 0.2 0.2 {}
T {vss} 286 -105 0 0 0.2 0.2 {}
T {vin} 165 -204 0 0 0.2 0.2 {}
T {dum
} 165 -134 0 0 0.2 0.2 {}